Need Help [Discrete math / Algorithms]

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SUMMARY

The discussion centers on the challenges faced by a student in an Algorithm Design and Analysis class that heavily relies on discrete mathematics. The primary textbook used is "Foundations of Algorithms using Java Pseudocode" by Richard Neapolitan. The student seeks additional resources, specifically a step-by-step guide to better understand the material, and has already acquired "An Introduction to Mathematical Reasoning" by Peter J Eccles based on recommendations. The goal is to find supplementary materials that facilitate a clearer grasp of the concepts involved.

PREREQUISITES
  • Understanding of discrete mathematics concepts
  • Familiarity with algorithm design principles
  • Basic knowledge of Java programming
  • Ability to analyze algorithm complexity using Big Theta notation
NEXT STEPS
  • Research additional textbooks on discrete mathematics and algorithms
  • Explore online courses focusing on algorithm design and analysis
  • Investigate resources that provide step-by-step problem-solving techniques in algorithms
  • Look into forums or study groups dedicated to discrete mathematics and algorithm analysis
USEFUL FOR

This discussion is beneficial for students struggling with discrete mathematics and algorithm design, educators seeking supplementary teaching materials, and anyone looking to enhance their understanding of algorithm analysis techniques.

Servo888
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Quick Summary: I'm in a class were we analyze code / find big theta / Oh / etc (Algorithm Design and Analysis). It's based on discrete math, which I'm terrible at. After posting Tired of Discrete Math... I have come to the conclusion that I will be needing some help figuring out a way to pass the class successfully.

Right now I'm trying to locate books or anything really that would get me to understand the material better. The book we are using is called Foundations of Algorithms using Java Pseudocode, by Richard Neaplitan. I really need something that will have a step-by-step (hold-your-hand type thing) process that will walk you through sample problems. So far I've purchased An Introduction to Mathematical Reasoning by Peter J Eccles, as many people recommended the book.

Any more suggestions?
 
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